Ok, here's a tough one that I'm dying to know the answer to; What would it be like to have causation without correlation. At first glance it seems impossible, but there could be something.

"Space is big. Really big. You just won't believe how vastly, hugely, mind-bogglingly big it is. I mean, you may think it's a long way down the road to the chemist, but that's just peanuts to space." - Douglas Adams

waterlubber, I already got the answer, it happens in Quantum Mechanics

"Space is big. Really big. You just won't believe how vastly, hugely, mind-bogglingly big it is. I mean, you may think it's a long way down the road to the chemist, but that's just peanuts to space." - Douglas Adams

I tried to convert coordinate cartesian (AbsPosition in hexadecimal) polar coordinate without success (I test with Proxima), I do not get the same angles and I understand my fault, I took that equator and I had not the ecliptic and a point vernal but how define it the point and the ecliptic ?Otherwise, There is not a method, algorithm to convert ? I think yes because Space Engine know where to place the stars correctly, ah less than it does not need conversion. Maybe SpaceEngineer has given an answer.If the algorithm exists, it would be good to implement it in Space Engine to have the most precision possible to place its system stack at the center of a galaxy for example.PS : I see Equatorial coordinate system.

As far as I know, a similar sized object did strike Venus, but at a steep angle. The impact slowed it's rotation, acting as a brake, effectively "killing" the planet.

What if it didn't hit and became captured?

That's a bit of a hypothetical scenario, but those are often the most entertaining! Let's see what needs to happen for the Venus impactor to become captured. Assuming the impactor was the same size and mass as Mars and orbited the Sun near the L4 point of Venus, you can deduce the following: Any approach between the two worlds would result in a collision at high velocities, radical orbit migration or an elliptical binary orbit. Let's look at what can happen in all three scenarios. Assuming the two worlds collided, depending on the exact angle and speed of impact, the event could end with the two bodies being a) pulverized, leaving only small bodies, b) destroyed, leaving one or two large bodies and a belt of small-to-medium asteroids or dwarf planets, c) coalesced, leaving behind a single, pretty massive body and possibly a large moon with up to 4% of the host planet's mass (this also accounts for when a newly formed moon of varying mass spirals into the planet). This collision would happen at pretty high velocities due to the mass of both worlds and their mutual separation.

If we assume the worlds miss each other completely, an orbital migration is pretty likely from their starting position. Assuming the two bodies come very close to each other, their mutual gravitational attraction would fling them in opposite directions and greatly alter their inclination, ellipticity and semimajor axis.

The least likely scenario is that you'll end up with a system of two distinct tidally locked planets orbiting a central barycenter. This system would be easy to disrupt, and the bodies would most likely be in elliptical orbits with relation to the barycenter. Due to the masses involved, and the proximity to the Sun, this is the least likely option. In the off chance it DID become captured, it would cause large tides and would lock Venus into a short tidal rotational period (since a long period would increase the chance the bodies would separate again due to outside influences). Depending on the exact formation of this system, the two bodies could slowly approach one another until they collide, again resulting in one of the above.

Those are some off-the-bat estimates and I'm not exactly an expert, but that's how I can see it going, at least roughly.

Richard Feynman said it best: “Physics is like sex: Sure, it might give some practical results, but that’s not why we do it.”

As far as I know, a similar sized object did strike Venus, but at a steep angle. The impact slowed it's rotation, acting as a brake, effectively "killing" the planet.

What if it didn't hit and became captured?

That's a bit of a hypothetical scenario, but those are often the most entertaining! Let's see what needs to happen for the Venus impactor to become captured. Assuming the impactor was the same size and mass as Mars and orbited the Sun near the L4 point of Venus, you can deduce the following: Any approach between the two worlds would result in a collision at high velocities, radical orbit migration or an elliptical binary orbit. Let's look at what can happen in all three scenarios. Assuming the two worlds collided, depending on the exact angle and speed of impact, the event could end with the two bodies being a) pulverized, leaving only small bodies, b) destroyed, leaving one or two large bodies and a belt of small-to-medium asteroids or dwarf planets, c) coalesced, leaving behind a single, pretty massive body and possibly a large moon with up to 4% of the host planet's mass (this also accounts for when a newly formed moon of varying mass spirals into the planet). This collision would happen at pretty high velocities due to the mass of both worlds and their mutual separation.

If we assume the worlds miss each other completely, an orbital migration is pretty likely from their starting position. Assuming the two bodies come very close to each other, their mutual gravitational attraction would fling them in opposite directions and greatly alter their inclination, ellipticity and semimajor axis.

The least likely scenario is that you'll end up with a system of two distinct tidally locked planets orbiting a central barycenter. This system would be easy to disrupt, and the bodies would most likely be in elliptical orbits with relation to the barycenter. Due to the masses involved, and the proximity to the Sun, this is the least likely option. In the off chance it DID become captured, it would cause large tides and would lock Venus into a short tidal rotational period (since a long period would increase the chance the bodies would separate again due to outside influences). Depending on the exact formation of this system, the two bodies could slowly approach one another until they collide, again resulting in one of the above.

Those are some off-the-bat estimates and I'm not exactly an expert, but that's how I can see it going, at least roughly.

Very good estimations! I am thinking that the object would hit at an angle and allow a moon to form. Capturing a body that large is probably very unlikely.

What is the critical breakup velocity of a white dwarf star? When the centrifical force equals the gravitational force I imagine any Star would fling itself apart. (Ignoring radiation pressure and non-uniformity of luminosity). The fastest known rotational velocity of a star is 2 million km/h, it is named VFTS 102. Here are some screenshots of a binary white dwarf and companion star. The white dwarf orbits the other in under 24hrs. Apparently what I see is a flattened star and not an accretion disk. Usually stars with such high rotation rates are Runaways from a binary system where one went supernova. I don't know how to figure out this Stars rotational velocity. I don't really think this is possible.

What is the critical breakup velocity of a white dwarf star? When the centrifical force equals the gravitational force I imagine any Star would fling itself apart. (Ignoring radiation pressure and non-uniformity of luminosity). The fastest known rotational velocity of a star is 2 million km/h, it is named VFTS 102. Here are some screenshots of a binary white dwarf and companion star. The white dwarf orbits the other in under 24hrs. Apparently what I see is a flattened star and not an accretion disk. Usually stars with such high rotation rates are Runaways from a binary system where one went supernova. I don't know how to figure out this Stars rotational velocity. I don't really think this is possible.

Well, it depends on the white dwarf you're looking at; the more massive white dwarfs obviously take more energy, but it is completely possible for a white dwarf to break up. What is impossible is for massive neutron stars and pulsars to breakup. Because they're so dense, the surface of the star would have to be traveling at speeds faster than light. I think for a white dwarf, we don't have enough information about them, but it might be up there at speeds of around a tenth the speed of light.

P.S. There's no such thing as centrifugal force

"Space is big. Really big. You just won't believe how vastly, hugely, mind-bogglingly big it is. I mean, you may think it's a long way down the road to the chemist, but that's just peanuts to space." - Douglas Adams

Only in a non-accelerating or inertial reference frame. Plus gravity is not a fundamental interaction mediated by a quantum field theory and a gauge particle, it is an entropic force.

You are standing in a field looking at the stars. Your arms are resting freely at your side, and you see that the distant stars are not moving. Now start spinning. The stars are whirling around you and your arms are pulled away from your body. Why should your arms be pulled away when the stars are whirling? Why should they be dangling freely when the stars don't move?

Because local inertial frames are determined by the large scale distribution of matter. The overall distribution of matter determines the metric tensor, which tells you which frame is rotationally stationary. Frame-dragging and conservation of gravitational angular momentum makes this true.

Oh, and am I actually seeing a flattened White Dwarf in the screen shots? Or is it an accretion disk made from cannibalizing the host star?

Only in a non-accelerating or inertial reference frame. Plus gravity is not a fundamental interaction mediated by a quantum field theory and a gauge particle, it is an entropic force.

You are standing in a field looking at the stars. Your arms are resting freely at your side, and you see that the distant stars are not moving. Now start spinning. The stars are whirling around you and your arms are pulled away from your body. Why should your arms be pulled away when the stars are whirling? Why should they be dangling freely when the stars don't move?

Because local inertial frames are determined by the large scale distribution of matter. The overall distribution of matter determines the metric tensor, which tells you which frame is rotationally stationary. Frame-dragging and conservation of gravitational angular momentum makes this true.

Oh, and am I actually seeing a flattened White Dwarf in the screen shots? Or is it an accretion disk made from cannibalizing the host star?

The accretion disk is not the white dwarf itself; it's just matter being pulled in by it's gravity. About centrifugal force, you may be getting it mixed up with centripetal force. Basically, in circular motion, you're velocity is constantly changingBecause your velocity constantly curves around a focus, it creates an illusion that that object is being pulled.

"Space is big. Really big. You just won't believe how vastly, hugely, mind-bogglingly big it is. I mean, you may think it's a long way down the road to the chemist, but that's just peanuts to space." - Douglas Adams